Statistica /Statistics Statistics is a discipline that has as its goal the study of quantity and quality of a particular phenomenon in conditions of.

Slides:



Advertisements
Similar presentations
Brought to you by Tutorial Support Services The Math Center.
Advertisements

Uncertainty in Engineering The presence of uncertainty in engineering is unavoidable. Incomplete or insufficient data Design must rely on predictions or.
1. DATA ATTRIBUTES ; SUMMARY 1.1Introduction to biostatistics 1.2 The Mean 1.3Measures of Variability 1.4The Normal Distribution 1.5 Distribution; Data.
QUANTITATIVE DATA ANALYSIS
DATA ANALYSIS I MKT525. Plan of analysis What decision must be made? What are research objectives? What do you have to know to reach those objectives?
Introduction to Educational Statistics
Chapter 7: Variation in repeated samples – Sampling distributions
1 The Assumptions. 2 Fundamental Concepts of Statistics Measurement - any result from any procedure that assigns a value to an observable phenomenon.
Continuous Probability Distributions A continuous random variable can assume any value in an interval on the real line or in a collection of intervals.
 Catalogue No: BS-338  Credit Hours: 3  Text Book: Advanced Engineering Mathematics by E.Kreyszig  Reference Books  Probability and Statistics by.
Hypothesis Testing Charity I. Mulig. Variable A variable is any property or quantity that can take on different values. Variables may take on discrete.
Stat 1080 “Elementary Probability and Statistics” By Dr. AFRAH BOSSLY
Chapter 1: Introduction to Statistics
6.1 What is Statistics? Definition: Statistics – science of collecting, analyzing, and interpreting data in such a way that the conclusions can be objectively.
Introduction: Why statistics? Petter Mostad
Role of Statistics in Geography
Introduction to Biostatistics, Harvard Extension School © Scott Evans, Ph.D.1 Descriptive Statistics, The Normal Distribution, and Standardization.
Geo597 Geostatistics Ch9 Random Function Models.
1. Researchers use the terms variable, subject, sample, and population when describing their research. 2. Psychologists do research to measure and describe.
7.4 – Sampling Distribution Statistic: a numerical descriptive measure of a sample Parameter: a numerical descriptive measure of a population.
Research Seminars in IT in Education (MIT6003) Quantitative Educational Research Design 2 Dr Jacky Pow.
Introduction to Inferential Statistics Statistical analyses are initially divided into: Descriptive Statistics or Inferential Statistics. Descriptive Statistics.
Determination of Sample Size: A Review of Statistical Theory
Chapter 7 Sampling and Sampling Distributions ©. Simple Random Sample simple random sample Suppose that we want to select a sample of n objects from a.
Lecture V Probability theory. Lecture questions Classical definition of probability Frequency probability Discrete variable and probability distribution.
Statistical Analysis Quantitative research is first and foremost a logical rather than a mathematical (i.e., statistical) operation Statistics represent.
The field of statistics deals with the collection,
IMPORTANCE OF STATISTICS MR.CHITHRAVEL.V ASST.PROFESSOR ACN.
Statistics for Engineer. Statistics  Deals with  Collection  Presentation  Analysis and use of data to make decision  Solve problems and design.
Copyright © 2011, 2005, 1998, 1993 by Mosby, Inc., an affiliate of Elsevier Inc. Chapter 19: Statistical Analysis for Experimental-Type Research.
Lecture VI Statistics. Lecture questions Mathematical statistics Sampling Statistical population and sample Descriptive statistics.
Descriptive Statistics
Chapter 1: Getting Started Section 1: Essential question: What is statistics?
Descriptive Statistics for one variable. Statistics has two major chapters: Descriptive Statistics Inferential statistics.
Statistics Module Statistics Statistics are a powerful tool for finding patterns in data and inferring important connections between events in.
Introduction to statistics Definitions Why is statistics important?
Statistical Concepts Basic Principles An Overview of Today’s Class What: Inductive inference on characterizing a population Why : How will doing this allow.
15 Inferential Statistics.
An Introduction to Statistics
Scientific method The process by which scientists, collectively and over time, endeavor to construct an accurate (that is, reliable, consistent and non-arbitrary)representation.
Descriptive and Inferential Statistics
Sampling and Sampling Distributions
STATISTICAL METHODS IN FISHERIES Statistics is the study of the collection, organization, and interpretation of data. It deals with all aspects of this.
Intro to Research Methods
Statistics in Management
Data Analysis.
Overview of probability and statistics
Statistical tests for quantitative variables
Probability and Statistics
Chapter 1 Why Study Statistics?
8.DATA DESCRIPTIVE.
SOCIAL NETWORK AS A VENUE OF PARTICIPATION AND SHARING AMONG TEENAGERS
Chapter 1 Why Study Statistics?
Chapter Six Normal Curves and Sampling Probability Distributions
Lecture Slides Elementary Statistics Eleventh Edition
Overview of Statistics
Chapter 5 STATISTICS (PART 1).
Introduction to Inferential Statistics
AP Statistics: Chapter 7
Statistics Branch of mathematics dealing with the collection, analysis, interpretation, presentation, and organization of data. Practice or science of.
The Nature of Probability and Statistics
(or why should we learn this stuff?)
Probability and Statistics
Chapter 1 Why Study Statistics?
5 points piece Homework Check
Two Halves to Statistics
MGSE7.SP.3/MGSE7.SP.4: I can use measure of center and measures of variability for numerical data from random samples to draw informal comparative inferences.
Chapter 1 Why Study Statistics?
Chap. 1: Introduction to Statistics
Scientific method The process by which scientists, collectively and over time, endeavor to construct an accurate (that is, reliable, consistent and non-arbitrary)representation.
Presentation transcript:

Statistica /Statistics

Statistics is a discipline that has as its goal the study of quantity and quality of a particular phenomenon in conditions of uncertainty or nondeterminism, ie not complete knowledge of it or part of it. It makes use of the scientific method [ 1 ] and mathematics to study the ways in which a collective phenomenon can be summed up and understood. This happens through the collection and analysis of information about the phenomenon studied. The term statistics, in everyday language, also simply indicates the numerical results ( statistics mentioned in the news, such as : inflation, GDP etc. ) of a process of synthesis of the observed data.

Statistics is somehow linked to the theory of probability returning both in the wider context of the theory of random phenomena, but while the probability theory deals with providing probabilistic theoretical models or probability distributions adaptable to various real random phenomena defining the parameters of random variable in question, the statistical part of a random sample to describe its statistical properties, or ascend or infer the underlying probabilistic model and the estimation of its parameters ( mean, variance, standard deviation, mode, median ). The statistical science is commonly divided into two main branches :  Descriptive statistics  inferential statistics

descriptive statistics set of methods that concern the collection, presentation, the definition of a set of data related to a population in order to describe the characteristics adequately. The data collected can be classified through simple or complex deployments : a distribution is called " simple" if every individual in the population or sample is associated with a single character a distribution is called a " complex " if every individual in the population or sample are associated with at least two characters inferential statistics of method together that allow, relying only on the ratings made ​​on the sample, to estimate the parameters of one or more characters of a population. From a philosophical point of view, these are mathematical techniques to quantify the process of learning through experience mathematical statistics is the branch of mathematics that deals with collecting, grouping, analyzing and interpreting the data for certain phenomena, and some predictions regarding the development of these phenomena in the future